Seven-level inverter circuit, inverter and control method
A three-level inverter and inverter circuit technology, applied in electrical components, conversion devices for converting AC power input to DC power output, and output power, etc., can solve the problem of unstable neutral point voltage and difficult to control capacitor voltage. Balance, inverter system complexity and other issues, to prevent output level unbalance, simple implementation, and strong practicability
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Embodiment 1
[0046] This embodiment discloses a seven-level inverter circuit, figure 1 It is a topology diagram of a cascaded seven-level inverter, including a T-type three-level inverter and an H-bridge circuit. Each phase of the T-type three-level inverter includes four IGBT tubes, which can output -2E, 0 , 2E three levels, DC side power supply voltage U dc is 4E, the voltage of the two capacitors on the DC side is 2E each, and the voltage of the floating capacitor in the H-bridge circuit is U af , U bf , U cf Both are E, so according to different switching states, the current flows through different paths. Cooperating with the four IGBT tubes of the H-bridge circuit, each phase can output seven levels, and you can get -3E, -2E, -E, 0 respectively. , E, 2E, 3E seven levels. The simulation experiment parameters are set as: U dc =4E=600V, filter inductance L F =10mH, filter resistance R F =0.5Ω, DC side capacitance C d1 =C d2 =1000μF, floating capacitance C a =C b =C c =1000μF,...
Embodiment 2
[0085] The purpose of this embodiment is to provide a two-stage model predictive control method for a seven-level inverter, specifically, the abc three-phase sampling current is transformed by Clark to obtain the current i in the two-phase stationary coordinate system α (k) and i β (k), abc three-phase grid side sampling voltage is transformed by coordinates to obtain the voltage value e in the two-phase stationary coordinate system α (k) and e β (k), the current i is obtained by Lagrangian extrapolation method α (k+1) and i β (k+1), and the model predictive control formula after discretization can calculate the reference voltage value u at the next moment α (k+1) and u β(k+1), through the value function g, the two voltage vectors with the smallest g are calculated as candidate vectors, and then the specific switch state is selected according to the requirements of the midpoint potential balance and the suspension capacitor voltage balance, and finally acts on each switch....
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